Use the demand function below to answer the questions that follow
πΈπ π = π β π π·π β ππ·π + ππ·π β π π΄ ππ ππ
Where π·π and π·π are prices of related goods and M is income. Using the demand function;
I. Identify which type of goods is π·π and explain it
II. Identify which type of goods is M and explain it
III. Identify which type of goods is π·π and explain it
IV. Interpret π·π
I. Identify which type of goods is Z and explain it
Good Z is a substitute for good X because the coefficient of Pz is positive.
II. Identify which type of goods is M and explain it
Good X is an inferior good because the coefficient of M is negative.
III. Identify which type of goods is π·π and explain it
Good Y is a complement good to good X since the coefficient of Py is negative.
IV. Interpret π·π
Px is the price of good X. The coefficient of Px is -1, meaning that when Py, Pz, and M are held constant, the quantity demanded of good X decreases by 1 unit when the price Px increases by 1 unit.
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Great work Thanks
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